Increasing function
Task number: 3052
Prove that \((1+1/x)^x\) is an increasing function (for \(x \in \mathbb R^+\)).
Hint
After you differentiate the function, try to infer that the derivative is non-negative using one of the preceding examples.
Prove that \((1+1/x)^x\) is an increasing function (for \(x \in \mathbb R^+\)).
After you differentiate the function, try to infer that the derivative is non-negative using one of the preceding examples.